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So now we are going to learn about this number systems, in this case, we are going to learn about

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the Syrian opposition on this one.

3
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And there are many numbers, as usual.

4
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But we are going to see or at least three particularly.

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OK, let's see that this system first.

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It's pretty much self-explanatory because these are the numbers we use in our daily lives.

7
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Zero, one, two, three, four, five, six.

8
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Oh, no.

9
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So this is malcontents that are 029.

10
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And then after nine, it's the again, same process.

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You put the zero and the one and say and you pretty much repeat everything and you pretty much everything

12
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after 19 and you put the zero and you add one to the one place.

13
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So that couldn't be the same.

14
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Ninety nine hundred ninety nine.

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You would add one so that you would get one zero zero.

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It's pretty much including these 029 and also, for example, say three hundred and one before we are

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going to say 300 means three into one hundred and twenty minutes, including four informant for anyone.

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We can represent those hundred as Conforto and then ask them for one and one been zero.

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So these are the best and ten numbers which you can multiply with this and you get the are these numbers

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the same exact numbers are basic numbers, May 16.

21
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And these are up to the same of nine.

22
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And from nine onwards that is represented by year and sorry and only represented by B and so on, up

23
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to 15 days before and after this year.

24
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Zero.

25
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And again, you put the one in the same as this decimal.

26
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But these are the basic numbers.

27
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Don't worry, this sounds confusing.

28
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In the future, we will be converting this number system to another number system so that we will get

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more clarity on this.

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And the next one is binary.

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These are the basic numbers, which means that each of these is under way to zero one zero zero zero

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is under way, all zeros and what needs to be done.

33
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And after this, you are going to add one to this one.

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And we are going to it's pretty much reading Geto and putting one on the dispenser so that we will get

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the next number in the same way you can reproduce these values by adding one to the previous numbers.

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So let me just tell one more.

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These binary numbers are based on a must find this one out of Boston and is one of the 16 in hexadecimal.

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There will be zero nine and then from then, which is right here, and 11 B policy, that can be 14

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and 15.